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{'Nk2': 13200, 'analytic_conductor': 48.67657575473601, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, -1], [11, 1]], 'atkin_lehner_string': '--+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [825, 1, [551, 727, 376], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-5, 1]], [7, [-3, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396713444153, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '825.4.a.j', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'minimal_twist': '825.4.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+5q^{2}+3q^{3}+17q^{4}+15q^{6}+3q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '825.4.a', 'trace_display': [5, 3, 0, 3], 'trace_hash': 2075446944417377778, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.014', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.041', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.071', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.115', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.249', 'prec': 17}, {'__RealLiteral__': 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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-306560, -1042080, -581832, -2436188, 0, 941328, -10912, 1131632, 953424, 0, -1716048, -19116, -1592232, -527160, 0], 'weight': 4, 'weight_parity': 1}
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mf_twists_cc • Show schema
Hide schema
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id: 46883371
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713444153, 'source_is_minimal': True, 'source_label': '825.4.a.j.1.1', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396713444153, 'target_is_minimal': True, 'target_label': '825.4.a.j.1.1', 'target_level': 825, 'twist_class_label': '825.4.a.a.1.1', 'twist_class_level': 825, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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id: 46883372
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713444153, 'source_is_minimal': True, 'source_label': '825.4.a.j.1.1', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67111339, 'target_is_minimal': False, 'target_label': '2475.4.a.a.1.1', 'target_level': 2475, 'twist_class_label': '825.4.a.a.1.1', 'twist_class_level': 825, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
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id: 46883373
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713444153, 'source_is_minimal': True, 'source_label': '825.4.a.j.1.1', 'source_level': 825, 'target_conrey_index': 199, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503737133433657, 'target_is_minimal': False, 'target_label': '825.4.c.b.199.2', 'target_level': 825, 'twist_class_label': '825.4.a.a.1.1', 'twist_class_level': 825, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 4}
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id: 46883374
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713444153, 'source_is_minimal': True, 'source_label': '825.4.a.j.1.1', 'source_level': 825, 'target_conrey_index': 199, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737133433657, 'target_is_minimal': False, 'target_label': '825.4.c.b.199.1', 'target_level': 825, 'twist_class_label': '825.4.a.a.1.1', 'twist_class_level': 825, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 4}
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id: 46883375
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713444153, 'source_is_minimal': True, 'source_label': '825.4.a.j.1.1', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67109689, 'target_is_minimal': True, 'target_label': '825.4.a.a.1.1', 'target_level': 825, 'twist_class_label': '825.4.a.a.1.1', 'twist_class_level': 825, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
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id: 46883376
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713444153, 'source_is_minimal': True, 'source_label': '825.4.a.j.1.1', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996340816299, 'target_is_minimal': False, 'target_label': '2475.4.a.k.1.1', 'target_level': 2475, 'twist_class_label': '825.4.a.a.1.1', 'twist_class_level': 825, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1279075
{'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 2}
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id: 1279076
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 3}
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id: 1279077
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 5}
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id: 1279078
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 7}
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id: 1279079
{'charpoly_factorization': [[[11, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 11}
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id: 1279080
{'charpoly_factorization': [[[-32, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 13}
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id: 1279081
{'charpoly_factorization': [[[-33, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 17}
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id: 1279082
{'charpoly_factorization': [[[-47, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 19}
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id: 1279083
{'charpoly_factorization': [[[-113, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 23}
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id: 1279084
{'charpoly_factorization': [[[54, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 29}
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id: 1279085
{'charpoly_factorization': [[[-178, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 31}
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id: 1279086
{'charpoly_factorization': [[[-19, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 37}
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id: 1279087
{'charpoly_factorization': [[[-139, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 41}
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id: 1279088
{'charpoly_factorization': [[[308, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 43}
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id: 1279089
{'charpoly_factorization': [[[-195, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 47}
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id: 1279090
{'charpoly_factorization': [[[-152, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 53}
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id: 1279091
{'charpoly_factorization': [[[625, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 59}
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id: 1279092
{'charpoly_factorization': [[[-320, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 61}
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id: 1279093
{'charpoly_factorization': [[[-200, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 67}
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id: 1279094
{'charpoly_factorization': [[[947, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 71}
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id: 1279095
{'charpoly_factorization': [[[448, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 73}
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id: 1279096
{'charpoly_factorization': [[[721, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 79}
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id: 1279097
{'charpoly_factorization': [[[-142, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 83}
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id: 1279098
{'charpoly_factorization': [[[-404, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 89}
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id: 1279099
{'charpoly_factorization': [[[-79, 1], 1]], 'hecke_orbit_code': 40532396713444153, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 10, 'label': '825.4.a.j', 'level': 825, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 207471000
{'hecke_orbit_code': 40532396713444153, 'n': 1, 'trace_an': 1}
-
id: 207471001
{'hecke_orbit_code': 40532396713444153, 'n': 2, 'trace_an': 5}
-
id: 207471002
{'hecke_orbit_code': 40532396713444153, 'n': 3, 'trace_an': 3}
-
id: 207471003
{'hecke_orbit_code': 40532396713444153, 'n': 4, 'trace_an': 17}
-
id: 207471004
{'hecke_orbit_code': 40532396713444153, 'n': 5, 'trace_an': 0}
-
id: 207471005
{'hecke_orbit_code': 40532396713444153, 'n': 6, 'trace_an': 15}
-
id: 207471006
{'hecke_orbit_code': 40532396713444153, 'n': 7, 'trace_an': 3}
-
id: 207471007
{'hecke_orbit_code': 40532396713444153, 'n': 8, 'trace_an': 45}
-
id: 207471008
{'hecke_orbit_code': 40532396713444153, 'n': 9, 'trace_an': 9}
-
id: 207471009
{'hecke_orbit_code': 40532396713444153, 'n': 10, 'trace_an': 0}
-
id: 207471010
{'hecke_orbit_code': 40532396713444153, 'n': 11, 'trace_an': -11}
-
id: 207471011
{'hecke_orbit_code': 40532396713444153, 'n': 12, 'trace_an': 51}
-
id: 207471012
{'hecke_orbit_code': 40532396713444153, 'n': 13, 'trace_an': 32}
-
id: 207471013
{'hecke_orbit_code': 40532396713444153, 'n': 14, 'trace_an': 15}
-
id: 207471014
{'hecke_orbit_code': 40532396713444153, 'n': 15, 'trace_an': 0}
-
id: 207471015
{'hecke_orbit_code': 40532396713444153, 'n': 16, 'trace_an': 89}
-
id: 207471016
{'hecke_orbit_code': 40532396713444153, 'n': 17, 'trace_an': 33}
-
id: 207471017
{'hecke_orbit_code': 40532396713444153, 'n': 18, 'trace_an': 45}
-
id: 207471018
{'hecke_orbit_code': 40532396713444153, 'n': 19, 'trace_an': 47}
-
id: 207471019
{'hecke_orbit_code': 40532396713444153, 'n': 20, 'trace_an': 0}
-
id: 207471020
{'hecke_orbit_code': 40532396713444153, 'n': 21, 'trace_an': 9}
-
id: 207471021
{'hecke_orbit_code': 40532396713444153, 'n': 22, 'trace_an': -55}
-
id: 207471022
{'hecke_orbit_code': 40532396713444153, 'n': 23, 'trace_an': 113}
-
id: 207471023
{'hecke_orbit_code': 40532396713444153, 'n': 24, 'trace_an': 135}
-
id: 207471024
{'hecke_orbit_code': 40532396713444153, 'n': 25, 'trace_an': 0}
-
id: 207471025
{'hecke_orbit_code': 40532396713444153, 'n': 26, 'trace_an': 160}
-
id: 207471026
{'hecke_orbit_code': 40532396713444153, 'n': 27, 'trace_an': 27}
-
id: 207471027
{'hecke_orbit_code': 40532396713444153, 'n': 28, 'trace_an': 51}
-
id: 207471028
{'hecke_orbit_code': 40532396713444153, 'n': 29, 'trace_an': -54}
-
id: 207471029
{'hecke_orbit_code': 40532396713444153, 'n': 30, 'trace_an': 0}
-
id: 207471030
{'hecke_orbit_code': 40532396713444153, 'n': 31, 'trace_an': 178}
-
id: 207471031
{'hecke_orbit_code': 40532396713444153, 'n': 32, 'trace_an': 85}
-
id: 207471032
{'hecke_orbit_code': 40532396713444153, 'n': 33, 'trace_an': -33}
-
id: 207471033
{'hecke_orbit_code': 40532396713444153, 'n': 34, 'trace_an': 165}
-
id: 207471034
{'hecke_orbit_code': 40532396713444153, 'n': 35, 'trace_an': 0}
-
id: 207471035
{'hecke_orbit_code': 40532396713444153, 'n': 36, 'trace_an': 153}
-
id: 207471036
{'hecke_orbit_code': 40532396713444153, 'n': 37, 'trace_an': 19}
-
id: 207471037
{'hecke_orbit_code': 40532396713444153, 'n': 38, 'trace_an': 235}
-
id: 207471038
{'hecke_orbit_code': 40532396713444153, 'n': 39, 'trace_an': 96}
-
id: 207471039
{'hecke_orbit_code': 40532396713444153, 'n': 40, 'trace_an': 0}
-
id: 207471040
{'hecke_orbit_code': 40532396713444153, 'n': 41, 'trace_an': 139}
-
id: 207471041
{'hecke_orbit_code': 40532396713444153, 'n': 42, 'trace_an': 45}
-
id: 207471042
{'hecke_orbit_code': 40532396713444153, 'n': 43, 'trace_an': -308}
-
id: 207471043
{'hecke_orbit_code': 40532396713444153, 'n': 44, 'trace_an': -187}
-
id: 207471044
{'hecke_orbit_code': 40532396713444153, 'n': 45, 'trace_an': 0}
-
id: 207471045
{'hecke_orbit_code': 40532396713444153, 'n': 46, 'trace_an': 565}
-
id: 207471046
{'hecke_orbit_code': 40532396713444153, 'n': 47, 'trace_an': 195}
-
id: 207471047
{'hecke_orbit_code': 40532396713444153, 'n': 48, 'trace_an': 267}
-
id: 207471048
{'hecke_orbit_code': 40532396713444153, 'n': 49, 'trace_an': -334}
-
id: 207471049
{'hecke_orbit_code': 40532396713444153, 'n': 50, 'trace_an': 0}
-
id: 207471050
{'hecke_orbit_code': 40532396713444153, 'n': 51, 'trace_an': 99}
-
id: 207471051
{'hecke_orbit_code': 40532396713444153, 'n': 52, 'trace_an': 544}
-
id: 207471052
{'hecke_orbit_code': 40532396713444153, 'n': 53, 'trace_an': 152}
-
id: 207471053
{'hecke_orbit_code': 40532396713444153, 'n': 54, 'trace_an': 135}
-
id: 207471054
{'hecke_orbit_code': 40532396713444153, 'n': 55, 'trace_an': 0}
-
id: 207471055
{'hecke_orbit_code': 40532396713444153, 'n': 56, 'trace_an': 135}
-
id: 207471056
{'hecke_orbit_code': 40532396713444153, 'n': 57, 'trace_an': 141}
-
id: 207471057
{'hecke_orbit_code': 40532396713444153, 'n': 58, 'trace_an': -270}
-
id: 207471058
{'hecke_orbit_code': 40532396713444153, 'n': 59, 'trace_an': -625}
-
id: 207471059
{'hecke_orbit_code': 40532396713444153, 'n': 60, 'trace_an': 0}
-
id: 207471060
{'hecke_orbit_code': 40532396713444153, 'n': 61, 'trace_an': 320}
-
id: 207471061
{'hecke_orbit_code': 40532396713444153, 'n': 62, 'trace_an': 890}
-
id: 207471062
{'hecke_orbit_code': 40532396713444153, 'n': 63, 'trace_an': 27}
-
id: 207471063
{'hecke_orbit_code': 40532396713444153, 'n': 64, 'trace_an': -287}
-
id: 207471064
{'hecke_orbit_code': 40532396713444153, 'n': 65, 'trace_an': 0}
-
id: 207471065
{'hecke_orbit_code': 40532396713444153, 'n': 66, 'trace_an': -165}
-
id: 207471066
{'hecke_orbit_code': 40532396713444153, 'n': 67, 'trace_an': 200}
-
id: 207471067
{'hecke_orbit_code': 40532396713444153, 'n': 68, 'trace_an': 561}
-
id: 207471068
{'hecke_orbit_code': 40532396713444153, 'n': 69, 'trace_an': 339}
-
id: 207471069
{'hecke_orbit_code': 40532396713444153, 'n': 70, 'trace_an': 0}
-
id: 207471070
{'hecke_orbit_code': 40532396713444153, 'n': 71, 'trace_an': -947}
-
id: 207471071
{'hecke_orbit_code': 40532396713444153, 'n': 72, 'trace_an': 405}
-
id: 207471072
{'hecke_orbit_code': 40532396713444153, 'n': 73, 'trace_an': -448}
-
id: 207471073
{'hecke_orbit_code': 40532396713444153, 'n': 74, 'trace_an': 95}
-
id: 207471074
{'hecke_orbit_code': 40532396713444153, 'n': 75, 'trace_an': 0}
-
id: 207471075
{'hecke_orbit_code': 40532396713444153, 'n': 76, 'trace_an': 799}
-
id: 207471076
{'hecke_orbit_code': 40532396713444153, 'n': 77, 'trace_an': -33}
-
id: 207471077
{'hecke_orbit_code': 40532396713444153, 'n': 78, 'trace_an': 480}
-
id: 207471078
{'hecke_orbit_code': 40532396713444153, 'n': 79, 'trace_an': -721}
-
id: 207471079
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